锥形复合材料层压板铺层结构及铺层落点的优化设计

S. Honda, Kosuke Takahashi, T. Higuchi, Ryotaro Takeuchi
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引用次数: 0

摘要

本研究优化了分层结构和落料位置,以最大限度地提高锥形层压板的破坏强度。为了计算克里斯滕森准则,我们事先准备了一份应力分量查找表,用于计算三层板的所有可能组合,这是厚度下降的最小结构。首先通过有限元分析得到三角形树脂袋的三个角处的应力分量。然后,采用简单的遗传算法对16层至8层逐渐变细的层压板进行了优化。在优化过程中,仅参考查找表中列出的应力指标来评估目标函数,而不进行有限元分析。厚层和薄层均限制在45°增量角的准各向同性层合板上,但层合板的堆叠顺序是可变的和优化的。铺层降落的位置也是设计变量。结果表明,在厚截面和薄截面附近分别减少0°和90°层,可获得最佳效果。实验结果表明,优化后的结构比参考结构具有更高的破坏强度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimum Design of Lay-Up Configuration and Ply Drop-Off Placement for Tapered Composite Laminate
The present study optimizes lay-up configurations and drop-off placements to maximize the failure strength of tapered laminates. A lookup table of stress components for calculation of Christensen’s criteria is prepared in advance for all possible combinations of 3-ply laminates which is the minimum structure of ply dropoff. Stress components at three corners of resin pockets modeled triangular are first obtained from the finite element analysis (FEA). Then, the optimization is conducted for the laminate which tapers from 16- to 8-ply by using a simple genetic algorithm method. Objective functions are evaluated by referring only stress indexes listed in the lookup table and the FEA are not performed during the optimization. Both thick and thin sections are limited to quasi-isotropic laminates with 45° increment angle, but a stacking sequence of plies is variable and optimized. Placement of ply drop-off are also design variables. It was revealed that 0° and 90° plies are dropped near the thick and thin sections for the optimum result. Experimental results validated that the optimum structure has higher failure strength than the reference one.
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